apply (Eq≈ (δ(x∧y) y + δy z) (meq_l ????? Dxm));
apply (Eq≈ (δ(x∧y) (y∧z) + δy z) (meq_r ????? Dym));
apply (Eq≈ (δ(x∧y) (y∧z) + δ(x∨y) z) (meq_l ????? Dxj));
-apply (Eq≈ (δ(x∧y) (y∧z) + δ(x∨y) (y∨z)) (meq_r ????? Dyj));
+apply (Eq≈ (δ(x∧y) (y∧z) + δ(x∨y) (y∨z))); [
+ apply (feq_plusl ? (δ(x∧y) (y∧z)) ?? (meq_r ??? (x∨y) ? Dyj));]
apply (Eq≈ ? (plus_comm ???));
apply (Eq≈ (δ(y∨x) (y∨z)+ δ(x∧y) (y∧z)) (meq_l ????? (join_comm ?x y)));
apply feq_plusl;